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Re: Meet the moderators

Ok - let's see how we go @Former-Member

Former-Member
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Re: Meet the moderators

Not complex sampling but:

As power decreses - what happens to type II errors?

 

  1. Determining the sample interval (represented by k), randomly selecting a number between 1 and k, and including each kth element in your sample are the steps for which form of sampling?
  

Systematic Sampling

  

Simple Random Sampling

  

Stratified Random Sampling

  

Cluster sampling

 

  1. Which statements are true about complex sampling involving clustering compared to simple random sampling?
  

Complex sampling may increase logistic efficiency

  

Complex sampling increases statistical efficiency

  

Complex sampling decreases statistical efficiency

  

To retain the same Confidence Interval Width as SRS you need to decrease the sample size

 

 

Re: Meet the moderators

Off the top of my head @Former-Member - no chance of answering either question accurately but give me a little time to try and find some of my old books.

Former-Member
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Re: Meet the moderators

That's okay. 😊
What did you study again? Psych?

Re: Meet the moderators

Arts first then Social Research then Teaching @Former-Member

Former-Member
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Re: Meet the moderators

That's a lot of study!
Yay for study! 🤓 📖 📝

Re: Meet the moderators

It's been a long time since I have done any statistical work to this extent @Former-Member - from memory (which isn't that great atm ) I am pretty sure that Question 1 is Systemic Sampling as you are choosing the same random number in each interval. All the others (simple, stratified, cluster) use any random numbers generated/chosen across the whole sample being used without dividing the samples into equal/like intervals.

 

Re: Meet the moderators

Yep @Former-Member it is alot - 7 years all up.. but I did go back 'later in life' to do teaching after working in a couple of different fields first.

Re: Meet the moderators

@Former-Member Question 2: complex sampling involving clustering may 1. increase logistic efficiency and 2. decrease statistical efficiency

I am not 100% sure these are correct as it has been a long time since I have done statistical analysis to this depth but by making the sample groups 'chosen' smaller (into clusters) it makes sense.

Former-Member
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Re: Meet the moderators

Thanks @Zoe7.
I'm not sure I understand the answer..... more reading for me I guess!
Thank you.